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Análisis de la incidencia = de una fuente radiactiva en un bisturí bipolar para resección de carcinomas en tejido ex vivo

<= span style=3D'font-family:"Times New Roman",serif;mso-ansi-language:ES-EC'>=

Analysis of the incidence of a radioactive source in a bipolar scalp= el for resection of carcinomas in ex vivo tissue

&nbs= p;


1

Joselin Elizabeth Guananga Gavilanez            =          https://orcid.org/0000-0003-0831-= 0057

Escuela Superior Politécnica de Chimborazo (ESPOCH), Facultad de Ciencias. Riobam= ba, Ecuador.

joselin.guananga@espoch.edu.ec  

 

2

Jorge Luis Yaulema Castañeda                                https://orcid.org/0000-0002-0646-3= 984

Escuela Superior Politécnica de Chimborazo (ESPOCH), Facultad de Ciencias. Riobamba, Ecuad= or.

jorge.yaulema= @espoch.edu.ec <= /span>

3

Paulina Fernanda Bolaños Logroño                        https://orcid.o= rg/0000-0003-3911-0461

Escuela Superior Poli= técnica de Chimborazo (ESPOCH), Facultad de Ciencias. Riobamba, Ecuador.

paulina.bolañ= os@espoch.edu.ec <= /span>

 

<= span style=3D'mso-spacerun:yes'> 

=  

 

Artículo de Investigación Científica y Tecnológica

Enviado: 11/04/2022

Revisado: 26/05/2022

Aceptado: 29/06/2022

Publicado:11/07/2022

DOI:      https://doi.org/10.33262/ap.v4i3.230

= =  

 

 

Cítese:

 

 

Guananga Gavilanez, J. E., Yaulema Castañeda, J.= L., & Bolaños Logroño, P. F. (2022). Análisis de la incidencia de una fue= nte radiactiva en un bisturí bipolar para resección de carcinomas en tejido ex vivo. AlfaPublicaciones, 4(3), 130–148. https://doi.org/10.33262/ap= .v4i3.230

 

 

ALFA PUBLICACION= ES, es una revista multidisciplinar, trimestral, que se publicará en soporte electrón= ico tiene como misión contribuir a la   formación de profesi= onales competentes con visión humanística y crítica que sean capaces de exponer = sus resultados investigativos y científicos en la misma medida que se promueva mediante = su intervención cambios positivos en la sociedad. https://alfapublicaciones.= com  

La revista es editada por la Editorial Ciencia Digital (Editorial de prestigio registra= da en la Cámara Ecuatoriana de Libro con No de Afiliación 663) <= span style=3D'font-size:8.0pt;line-height:115%;font-family:"Times New Roman",s= erif; mso-fareast-font-family:Calibri;color:#0563C1'>www.celibro.org.ec<= /a>

 

 

Esta revista está protegida bajo una licencia Creative Commons Attribution Non Commercial No Derivatives 4.0 International. Copia de la licencia: http://creativecommons.org= /licenses/by-nc-nd/4.0/

 

Palabras claves: Calor, proceso termoeléctrico, estroncio 90, bisturí bipolar, coagulación y resección.

 

 

 

Resumen

Introducción. Presentar la patología de carcinomas en cualqui= er tipo de tejido es inevitable, según el Informe mundial sobre el cáncer se confirmó que existe desigualdad en el control y la atención del cáncer en todo el mundo. Objetivo. El objetivo de este trabajo fue analizar la incidencia de una fuente radiactiva en un bisturí bipolar para resección de carcinomas en tejido ex vivo usando el simulador COMSOL MULTIPHYSICS (versión 5.4 gratuita). Metodología. El procedimiento f= ue calentar el bisturí bipolar con un diferencial de potencial obtenido de la fuente radiactiva a los dos electrodos, considerando que se trabajará con Estroncio 90 para la estimación de voltaje, se usó un tubo Geiger para cumplir con la función de enviar una corriente eléctrica hacia el ánodo d= el tubo, reflejándose como pulsos de bajo voltaje, siendo amplificados mediante un= convertidor de voltaje para receptar= una tensión de entrada y proporcionar una tensión de salida aumentada, median= te este sistema se obtuvo valores de 50, 55, 60, 65 y 70 Voltios. Finalmente, se realizó una simulación para cada voltaje mediante un proce= so termoeléctrico para liberar energía térmica usando el método de elementos finitos. Resultados. Los resultados arrojaron que la distribución de calor generada para cada caso= , no mostró una zona de coagulación entre cada electrodo, ya que, el bisturí t= uvo un comportamiento monopolar creando una zona de coagulación en los extrem= os de cada electrodo que crece hasta el medio de cada uno, teniendo un máxim= o de simetría de 0,9 mm y 1,9 mm de diámetro lateral y de profundidad a los 60= V, provocando coágulos debido a la temperatura expuesta y evitando la visibilidad de los carcinomas superficiales en el tejido ex vivo. Conclusión. Entonces, se concluyó que este procedimiento no es viable para crear una zona de coagulación simétrica entre las puntas de cada electrodo y acrecienta el = daño térmico irreversible al tejido posiblemente sano. <= /p>

 

 

Keywords: Heat, thermoelectric process, tronic 90, bipolar scalpel, coagulation, resection.

 

Abstract

Introduction= . Presenting the pathology of carcinomas in any t= ype of tissue is inevitable, according to the World Cancer Report it was confirmed that there is inequality in cancer control and care throughout = the world. Objective. The aim of this work was to analyze the incidenc= e of a radioactive source in a bipolar scalpel for resection of carcinomas in = ex vivo tissue using the COMSOL MULTIPHYSICS simulator (version 5.4 free). <= b>Methodology. The procedure was to heat the bipolar scalpel with a potential differenti= al obtained from the radioactive source to the two electrodes, considering t= hat it will work with Strontium 90 for voltage estimation, a Geiger tube was = used to fulfil the function of sending an electric current to the anode of the tube, reflected as low voltage pulses, being amplified by a voltage conve= rter to receive an input voltage and provide an increased output voltage, thro= ugh this system values of 50, 55, 60, 65 and 70 Volts were obtained. Finally,= a simulation was performed for each voltage by a thermoelectric process to release thermal energy using the finite element method. Results. T= he results showed that the heat distribution generated for each case did not show a coagulation zone between each electrode, since the scalpel had a monopolar behavior creating a coagulation zone at the ends of each electr= ode that grows to the middle of each one, having a maximum symmetry of 0.9 mm= and 1.9 mm in lateral diameter and depth at 60 V, causing clots due to the exposed temperature and avoiding the visibility of superficial carcinomas= in the ex vivo tissue. Conclusion. It was therefore concluded that th= is procedure is not feasible to create a symmetrical coagulation zone between the tips of each electrode and increases irreversible thermal damage to h= ealthy tissue.

&= nbsp;

 

<= o:p> 

<= o:p> 

Introducción

Presentar la patología de carcinomas en cualquier tipo de tejido es inevitable, según el Informe mund= ial sobre el cáncer se confirmó que existe desigualdad en el control y la atenc= ión del cáncer en todo el mundo. El número de muertes por este tipo de patología entre las personas alrededor del mundo está aumentando a un ritmo más rápid= o de lo esperado (Guananga, 2021).

Existen algunas investigaciones de relevancia, que han contribuido en el conocimien= to que conlleva la elaboración de este procedimiento. Tales como, el estudio aportado por Khajepour & Rahmani (2017), quienes realizaron un enfoque = para diseñar un generador termoeléctrico de radioisótopos de Estroncio 90 (Sr-90) usando una combinación de métodos computacionales, para la simulación del movimiento de partículas en la materia, modulando en un sistema de análisis (ANSYS) el calor disipado, la distribución de temperatura y el potencial de entrada, afirmando que el Sr-90 es una fuente de calor óptima para crear un generador termoeléctrico que requiere en sus dimensión geométrica un aislan= te óptimo para adaptar la emisión de distribución de temperatura por el software COMS= OL MULTIPHYSICS (Khajepour & Rahmani, 2017). Además del aporte de Ya= ulema et al. (2020), quienes ejecutaron un cambio de modo monopolar para una resección asistida por Radiofrecuencias y ablación superficial de tejido biológico, con el objetivo de realizar un proceso de ablación a tumores en = las zonas superficiales del tejido y disminuir el trauma en la zona durante la resección quirúrgica,  en este estu= dio se analiza la viabilidad de trabajar un electrobisturí en modo monopolar, bipo= lar y monopolar de conmutación al comparar sus características en las zonas de coagulación, obteniendo que el monopolar es capaz solamente de crear zonas = de corto alcance de coagulación mientras que bipolar y monopolar de conmutación tienen mayor viabilidad alcanzando una zona de coagulación más profunda ent= re los dos electrodos, ofreciendo mayor ventaja el modo monopolar de conmutaci= ón y bipolar (Yaulema et al., 2020). =

Siendo así que en esta investigación se desea analizar la viabilidad de un diferente método para realizar un procedimiento de resección de carcinomas alojados superficialme= nte en un tejido biológico ex vivo, mediante un proceso termoeléctrico que surge gracias a la estimación de voltaje de una fuente radiactiva. Este procedimi= ento de transferencia de calor se realizará mediante una simulación con el softw= are COMSOL MULTIPHYCIS, el cual, nos dará una aproximación experimental en el q= ue se podrá evaluar su viabilidad para llevar a cabo dicho proceso de forma re= al (Guananga, 2021).

Bisturí bipolar

Disposi= tivo de uso médico que maneja fenómenos eléctricos para generar calor, esta conformador por un mango de plástico y dos electrodos, cada uno tiene forma= de una varilla cilíndricamente metálica terminando en una punta de forma esfér= ica, tiene la función de trabajar como medio conductor de la fuente generadora de energía al tejido en contacto, cada electrodo dentro de su forma cilíndrica tiene una estructura hueca por donde se generará un proceso refrigerante, c= apaz de evitar deshidrataciones y calcificaciones del tejido circundante al electrodo (Yaulem= a et al., 2020).

Estroncio 90 (Sr-90)<= /o:p>

Un isótopo radiactivo suce= de cuando su núcleo es inestable, esto significa que no existe una relación de equilibrio entre la fuerza nuclear fuerte y la fuerza electrostática de repulsión en sus protones, por lo que se genera un proceso de desintegració= n radiactiva ya sea de forma alfa, beta o gamma lo que provoca que aquel radioisótopo ca= mbie a otra especie nuclear mediante emisiones energéticas o de partículas dependiendo del tipo de decaimiento. Es importante considerar que el comportamiento de la fuente, y su energía liberada proviene por la desintegración nuclear que realiza el radioisótopo, una fuente de Sr-90 rea= liza un proceso de desintegración ( ), creando en = este caso un nuevo radioisótopo hijo (Y-90), un electrón y un antineutrino (Guananga, 2021), dicho proceso es reflejado mediante la ecuación = (1).

=

 

Cuando el núcleo inestable del Sr-90 sufre esta desintegración, con una energía de enlace de 8746.766 keV, se emite un electrón en forma de partícula beta con energía de 0.546 MeV, reflejado en la ecuación 14, donde finalmente lleva a un radionucleido= de Itrio-90 (Y-90), el cual después realiza su respectivo proceso de desintegración ( ) llegando al nucleido estable de Circonio 90 (Zr-90) (Nam et al., 2017).

 

Tabla 1

Tiemp= o de vida Media

28.79 años

Actividad

74 k Bq

Actividad Especifica

5.21 = TBq g-1

Producto de Decaimiento

Y-90

Principal emisión de desintegración

  (0.546 MeV) → (100 %)

Caracterización del Sr-90

 

 

 

 

 

 

                                Fuente: Delacroix et al. (2= 002)

Proceso Termoeléctrico

= Partiendo de que una fuente radiactiva se puede cuantificar su energía en forma de voltaje, dicho voltaje realizará un proc= eso termoeléctrico, el cual consiste en aplicar voltaje a un medio conductor o semiconductor provocando una diferencial de temperatura o viceversa, esta temperatura a una escala atómica producirá corrientes eléctricas, las cuales generarán una transferencia de calor (Panachaveettil, 2011). Dentro del proceso termoeléctrico se encuentra el efecto Peltier, el cual se rige en el proceso de esta investigación. <= /o:p>

El efecto Peltier consiste en circular una corriente eléctrica la cual permiti= rá el paso de energía térmica en los dos medios distintos ya sean de tipo conductor o semiconductor, este proceso de transferencia hará que se produz= ca un equilibrio térmico y de potencial en los extremos de los medios conducto= res, ya que, en cada punto de unión de dichos materiales, habrá un punto más caliente el cual cederá su calor hacia el otro punto más frío. Tomando en c= uenta que la temperatura que circulará es proporcional a la corriente que pasa a través de la unión entre los medios conductores, hablando en escala atómica, los electrones del punto de unión caliente tendrán una mayor velocidad para transferir su energía que los electrones ubicados en el punto de unión frio, hasta llegar a un equilibrio en cada extremo de los medios conductores (Penalva, 2018). Para esta investigación, la producción de energía térmica en los materiales conductor= es dará paso a una distribución de calor, la cual, al estar en contacto con ot= ro medio, como un tejido, producirá una distribución de calor (Guananga, 2021).

Transferencia de biocalor

Este fenómeno se explica en la ecuación de calor (2), la cual se basa= en la primera ley de la termodinámica para explicar una distribución térmica mediante una fuente energética, de la siguiente manera (Guananga, 2021):

<= /span>

<= /o:p>

 

Sin embargo, debido a que la temperatura del mater= ial conductor genera un flujo térmico hacia un tejido biológico, matemáticamente dicho fenómeno se lo podrá explicar mediante la ecuación de Biocalor (3), basada en la ecuación anterior (2) (Guananga, 2021):

 

Dicha ecuación explica que = el producto de la densidad del tejido , la constante de calor especifico  y la diferencial de la Temperatura  con respecto a un tiempo , meno= s la divergencia del gradiente de Temperatura  , por el valor escalar de la conductivid= ad térmica = , será= igual a la fuente de energía total , la c= ual corresponde al conjunto aditivo de la fuente de calor utilizada , la p= erdida de calor por perfusión sanguínea  <= /span>  y el calor metabólico del órgano =  (Yaulema et a= l., 2020).

Metodología

La presente investigación será realizada por el método cuantitativo, debido al estudio de parámetros físicos y valoración de datos obtenidos al analizar l= os procesos de causa y efecto que componen el fenómeno central de esta investigación, por lo que para cumplir con los objetivos de estudio se requ= iere seguir un modelo de investigación con enfoque teórico y computacional, que nos brinde una amplia perspectiva del fenómeno y su viabilidad para llevarlo a = cabo en la industria médica, así como también, su estudio a profundidad de manera explicativa, capaz de responder a= una alternativa viable en el ámbito médico tradicional, siendo un precedente pa= ra salvaguardar la vida de la población en estudio, partiendo de la manipulación de variables, mediante un diseño basado en simulaciones proporcionadas por el software COMSOL MULTIPHYSICS (Guananga, 2021).

 

Proceso de estimación del Voltaje emitido por el Sr-90

= Para la estimación de un voltaje emitido por una fuente radiactiva se usó un contador de radiación (Geiger Eberline). U= sando en específico el tubo Geiger del contador, compuesto por un tubo cilíndrico= de metal (cátodo), en la cara delantera de su extremo se encuentra una ventana= de mica, encargada de detectar la emisión de la fuente radiactiva, al usar Sr-= 90, su emisión es de tipo beta, de tal modo, que esta ventana fue la encargada = de dar paso a las partículas betas, donde cada partícula al atravesar la venta= na choca con un gas  que puede ser de = helio, neón o argón agregando mínimas cantidades de un gas halógeno, empujando un electrón del átomo del gas usado y creando un par de iones.  Después, un cable o electrodo interno u= bicado en la parte central del tubo se encarga de atraer aquellos electrones dispersados, lo que provoca que se creen otros pares de iones y enviando una corriente eléctrica por el cable hacia el extremo final del tuvo denominado ánodo, donde esta corriente se puede reflejar como un pulso de bajos voltaj= es. Finalmente, el gas halógeno hace que el tubo Geiger vuelva a su estado inicial de alta resistencia para detectar nuevamente la emisión. D= onde la señal de pulso de bajo voltaje, después de pasar por un amplificador= se realizará una adquisición de datos de forma digital mediante una tarjeta Arduino UNO capaz de receptar voltajes de 0 Voltios hasta 5 Voltios.  Para esto, se tomó un valor de voltaje = por segundo, durante un minuto a distancias de 10 cm, 5 cm y 2 cm de la fuente = a la ventada de mica del tubo Geiger (Guananga, 2021), se adquirieron los voltajes reflejados en la tab= la 2:

Tabla 2

Voltajes obtenidos según la dista= ncia de la fuente al tubo Geiger

10 cm

5cm

2cm

Real (V)

Amplifi= cada
(V)

Real (V)

Amplifi= cada
 (V)

Real
 (V)

Amplifi= cada
 (V)

0.01133=

1.133<= /p>

0.03907

3.907<= /p>

0.05

5

                             

Con estos valores amplificados, se pudo establecer que a una distancia más corta de la fuente al tubo Geiger se obtenían los valores máximos del Arduino UNO q= ue receptaba hasta 5 Voltios. Finalmente se utilizó un elevador de voltaje Ard= uino, el cual cumple el principio de un convertidor Buck-boost, con la finalidad de receptar una tensión de entrada y proporcio= nar una diferente tensión de salida la cual puede disminuir o aumentar. Para este caso en particular, se requirió aumentar dicho voltaje producido de 5 voltios de la fuente con el tubo Geiger. Obteniendo valores de hasta 50, 55,60, 65 y 70 Voltios. Los cuales fueron usados p= ara la simulación en COMSOL MULTHIPYSICS (Guananga, 2021). =

Por otra parte, Debido al contacto que se tuvo con la fuente de Sr-90 durante la estimación de su voltaje emitido, se obtuvo una cantidad de irradiación. Tomando en cuenta que para un estudiante no se debe rebasar el límite de una dosis efectiva de 6 mSv/año (Saravia, 2013). Usando un Medidor de radiactividad Gamma Scout, = el cual es un instrumento de uso profesional para medir radiactividad por emisiones alfa, beta y gamma en lecturas de tasas de dosis equivalentes (µSv/h).  Por lo que también es pos= ible determinar la dosis efectiva recibida durante cuatro horas que duró este procedimiento, sabiendo el factor de ponderación del tejido   que será igual a 1, ya que se desea sab= er la dosis efectiva total recibida como individuo. En la tabla 3, se manifiesta = que no se ha excedido del límite de tasa de dosis efectiva para un estudiante, = ya que está por debajo de los 6 mSv/año (Guananga, 2021).

Tabla 3

Tasa de dosis equivalente y efectiva

Fecha<= /p>

Tiempo=

Tasa de Dosis Equivalent= e
 (µSv/h)

Tasa de Dosis Efectiva <= br> (µSv/h)

Tasa de Dosis Efectiva (mSv/año)

04.08.2021

4h13min09s

0.297031

0.297031

2.60199156

<= span style=3D'font-size:12.0pt;line-height:115%;font-family:"Times New Roman",se= rif; mso-ansi-language:ES-EC;mso-bidi-font-style:italic'>                        

Proceso de simulación

Para el desarrollo de la modelación computacional, se utilizó un enfoque tridimensional para cada material u objeto en estudio y para el análisis multifísico  de los procesos de transferencia de calor mediante el software COMSOL MULTIPHYSICS, el cual utiliza el método de elementos finitos para dar solución matemática a las ecuaciones diferenciales que describen el fenómeno definido durante el proc= eso de simulación, y esto es gracias al software PARDISO, el cual se encuentra dentro COMSOL MULTIPHYSICS trabajando simultáneamente para la ejecución y resolución de sistemas simétricos o asimétricos existentes durante la modelación (Guananga, 2021).

Para esta investigación, se procedió a realizar un proceso de simulación que refleje el comportamiento de crear una zona de coagulación en un tejido biológico ex vivo, donde no se debe exceder la exposición de temperatura mayor a 100ºC para evitar posibles deshidratacion= es masivas y calcificaciones del tejido. Para realizar este procedimiento se calentó el bisturí bipolar con un diferencial de potencial obtenido de la fuente radiactiva a los dos electrodos de 50, 55, 60, 65 y 70 voltios, en este caso particular cada vol= taje chocará en la geometría de cada electrodo que conforma el bisturí bipolar realizado por capas, usando materiales de tungsteno y acero inoxidable proveniente del Cromo al 35% para que también mantenga su propiedad de conductor de calor y evitar una posible irradiación de una trayectoria dire= cta de la fuente a los electrodos, en el momento de extraer su voltaje <= !--[if supportFields]>ADDIN CSL_CITATION {"citationItems":[{"id":"ITEM-1","itemDa= ta":{"abstract":"A web application was developed by the means of web server NGINX in the Compa= ny “Group Tektron”. It was described the characteristics, advantages and disadvantages that web server NGINX has. An installing guide of NGINX was performed for operative system Windows. A web application based on programm= ing language PHP was carried out fulfilling all requirements established by company. Apache Web server and NGINX were compared because the current a si= te uses the first one and it is proposed to have a new site with the second on= e. The used tools were Netbeans as an integrated development environment and M= ySQL as date base manager. The security level of web server NGINX was assessed through stress tests attacks of denial of service (DoS), so it was determin= ed that NGINX improves 18% of security in comparison to Apache web server which benefits the company because the current web site is vulnerable to attacks = of denial of service. Then, it is recommended the use of web server NGINX for = any institution, because it is free, one of the best current web servers and resists any attacks of denial of service.","author":[{"dropping-particle":"&qu= ot;,"family":"Guananga","given":"Joselin Elizabeth","non-dropping-particle":"","parse-= names":false,"suffix":""}],"id":"IT= EM-1","issued":{"date-parts":[["2021"]]}= ,"publisher":"Escuela Superior Politécnica de Chimborazo","title":"Análisis d= e la incidencia de una fuente radiactiva en un bisturí bipolar para resección de carcinomas en tejido ex vivo","type":"thesis"},"uris":["htt= p://www.mendeley.com/documents/?uuid=3D92df89de-28f3-4d93-bad9-d43a7747b2b5= "]}],"mendeley":{"formattedCitation":"(Guanan= ga, 2021)","plainTextFormattedCitation":"(Guananga, 2021)","previouslyFormattedCitation":"(Guananga, 2021)"},"properties":{"noteIndex":0},"schema&= quot;:"https://github.com/citation-style-language/schema/raw/master/cs= l-citation.json"}(Guananga, 2021):

·&nb= sp;        La geometría del bisturí bipolar (figura 1) durant= e la simulación, corresponde a que cada electrodo tendrá una forma de varilla cilíndricamente metálica de 20 mm de largo, terminando en una punta de forma semiesférica de 1.5 mm de radio, donde se establece una separación de 5mm e= ntre cada punta de los electrodos, dentro de su forma cilíndrica tiene una estructura por 3 capas, una externa de Acero inoxidable proveniente del Cro= mo al 35% , una interna de Tungsteno y otra del mismo material que la capa ext= erna con una terminación hueca en la cual se realizará el proceso refrigerante. =

·&nb= sp;        La geometría y material del tejido biológico (figu= ra 1) es de carácter ex vivo de tejido hepático, considerado como un modelo tridimensional, en forma de bloque, con una dimensión volumétrica de 1152  con medid= as de 12 cm de diámetro anteroposterior, 6cm de grosor y 16 cm de diámetro transversal.

Cada uno de los materiales conductores generarán un movimiento vibracional de los electrones con el material del electrodo, liberando energía en forma de calor mediante un proceso termoeléctrico de efecto Peltier, provocando el cumpliendo con la capacidad de disecar la zona del tejido enfermo (Guananga, 2021).

Figura 1

Composición geométrica=

  =                               Bisturí bipolar=                                              =                      Tejido bilógico ex vivo  =                   

 

&n= bsp;

 

 

 

 

 

 

 

 

 

 


Ecuaciones- Condiciones iniciales y de contorno

Para la resolución del proceso térmico y eléctrico= que se realiza en todo el procedimiento, es necesario establecer las siguientes condiciones iniciales y de contorno, para que pueda ser resuelto por el simulador mediante el Método de elementos finitos (Guananga, 2021):

   ; 

<= /span>

<= /span>

<= /span>

   ;  = <= /span>

Figura 2

Dominios de la Geometría

                                  =

Ecuación transferencia de biocalor:  La presente investigación será basada en= un modelo de implicaciones termoeléctricas acopladas, haciendo referencia a que este proceso consiste en transmitir calor a un instrumento de material conductor el cual estará sujeto al contacto directo con un tejido bilógico, para lo cual se utilizará la ecuación (3) de Biocalor anteriormente ya vist= a. Para este análisis, se requiere un plano simétrico con los electrodos y el tejido. Por otra parte, para dicha ecuación (3) se tomarán ciertas consideraciones, como igualar a cero el valor , ya que el proceso de simulación será realizado en un tejido ex vivo, como también el valor , porque puede considerarse despreciable para el proceso de ablación (Yaulema et al., 2020). Siendo , determinable mediante la ecuación (4):

<= /span>

<= /span>

Donde  y la temperatura referencial , a la que se obtiene el valor de , ajustándolo = al valor sometido en el tejido, y  que corresponde a la magnitud vectorial = del campo eléctrico, obteniéndose en función del voltaje  (6) (Yaulema et al., 2020).

<= /span>

<= /span>

<= /span>

Sin embargo, para obtener , sale al reso= lver este problema eléctrico se requiere resolver la ecuación de Laplace (7).

) =3D 0=

<= /span>

Donde tendremos dos potenciales eléctricos para darle solución, los cuales corresponden a   para  y  para . Donde  pertenecerá al valor de voltaje de 50V, 55V,60V,65 y 70V, según sea el caso. Debido a que un bisturí bipolar ADDIN CSL_CITATION {"citationItems":[{"id":"ITEM-1","itemDa= ta":{"author":[{"dropping-particle":"",&= quot;family":"Gonzales","given":"Ana",&q= uot;non-dropping-particle":"","parse-names":false,= "suffix":""}],"id":"ITEM-1","i= ssue":"January","issued":{"date-parts":[= ["2014"]]},"publisher-place":"Valencia","= ;title":"Computational Models and Experimentation for Radiofrequency-based Ablative Techniques","type":"report"},"uris":[&qu= ot;http://www.mendeley.com/documents/?uuid=3Ddc944536-cdd2-413e-bb4a-349b42= 4b472e"]}],"mendeley":{"formattedCitation":"(= Gonzales, 2014)","manualFormatting":"(Gonzales, 2014)","plainTextFormattedCitation":"(Gonzales, 2014)","previouslyFormattedCitation":"(Gonzales, 2014)"},"properties":{"noteIndex":0},"schema&= quot;:"https://github.com/citation-style-language/schema/raw/master/cs= l-citation.json"}(Gonzales, 2014).

Flujo de calor por convección natural y reforzado: El movimiento cíclico de potencial, creará un proceso termoeléctrico= de efecto Peltier, el cual al generar calor producirá un flujo térmico por convección natural, este proceso se produce debido a la diferencia de temperatura entre las puntas de cada electrodo y la temperatura del tejido, permitiendo lesionar hasta un punto que sea posible la regeneración del tej= ido biológico. Mientras que, el flujo de calor por convección reforzado es el encargado de finalizar el proceso refrigerante en la parte hueca de los electrodos. Ya que, durante la simulación dentro del bisturí bipolar en= la parte de su estructura hueca, será considerado como una sección de plano simétrico por el cual se tome en cuenta un flujo térmico nulo, rigiéndose e= n la ley del enfriamiento de Newton lo que estable una proporcionalidad de perdi= da de calor con la diferencia térmica, tanto del material y sus zonas adyacent= es (Guananga, 2021).

Para cada caso en la ecuación (8), el flujo térmico ( ) en este proc= eso va a depender de  el valor del coeficiente de convección n= atural o reforzado y  la temperatura de refrigeración natural o reforzada (Yaulema et al., 2020). Cabe recalcar que el flujo térmico del cual  es el valor vectorial de la normal a la superficie, para el caso particular del plano de simetría tendrá un valor de cero (Guananga, 2021).

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=3D   =3D <= /span>

=3D <= /i> <= /span>

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<= span style=3D'font-size:12.0pt;line-height:115%;font-family:"Times New Roman",se= rif; mso-ansi-language:ES-EC'> 

Daño térmico: Esta ecuación permite analizar hasta donde se va a regenerar el tejido biológico= ya que va a estar sometido a altas temperaturas.

<= /span>

<= /span>

Siendo  la constante de gas universal y <= !--[if gte msEquation 12]>A  el factor preexponencial o de frecuencia= , el cual sirve de indicador de frecuencias durante las colisiones realizadas po= r el movimiento de partículas al estar expuestas a diferentes temperaturas. El tejido biológico, tiene una capacidad de restauración, debida a una propied= ad fisiológica propia del órgano para mantener su medio interno (Cienfuegos et al., 2014). Sin embargo, un daño térmico irreversible se pro= duce cuando el tejido es sometido a altas temperaturas mayores a los 70ºC, para describir esta situación se usa la ecuación (9), y ya que  y  de  y una , este valor permitirá establecer una energía de barrera que debe ser superada para que = se pueda realizar el proceso de un daño irreversible, es decir, la zona con temperaturas lo suficientemente altas que rebase o se encuentre fuera de la función de daño térmico su regeneración será irremediable. De tal modo que = se emplea un contorno producido por daño térmico de , el cual corresponde la probabilidad de una muerte celular a un 63% (Gonzales, 2014).

Mallado =

Es la parte final del proceso de simulación, en do= nde se realiza una discretización de los dominios de toda la modelación interconectados mediante n elementos denominados nodos, el mallado descrito entre más fino sea, mostrará mayor precisión en las respectivas soluciones matemáticas a las ecuaciones diferenciales que describen el fenómeno defini= do durante el proceso de simulación, a tal punto de que exista una convergenci= a en los dominios, arrojando los respectivos resultados (Guananga, 2021). 

 Resultados

Se consideró a un nivel de 70ºC un daño térmico (l= ínea negra) de , el cual corresponde a la probabilidad de una muerte celular en un 63%. En las figur= as 3, 4, 5, 6 y 7 se creó una zona de coagulación que surge desde los extremos de cada electrodo y crece hasta el medio de cada uno, con una temperatura de 7= 0ºC (zona amarilla). En concordancia con la Tabla 4, se puede ver que todas las simulaciones realizadas alcanzaron su temperatura máxima de 100ºC en un tie= mpo de 9,7s.  En la primera simulación = con un voltaje inicial de 50V (figura 3) se tiene un daño térmico de diámetro superficial-lateral de 0.4921mm y 0.4739mm para cada electrodo respectivame= nte, el cual además profundiza el tejido a los extremos de cada punta de los electrodos a 1.3766mm y 1.3511mm, estos valores asemejan una aproximada simetría de dimensiones de cada electrodo del daño térmico, sin embargo, al encerrar una zona considerablemente pequeña en comparación con las figuras = 4, 5, 6 y 7, aquí hay mucha generación de daño irreversible para las zonas circundadas a las que delimita la función de daño térmico, las cuales están= a temperaturas aproximadamente de 80 ºC y 90ºC. Por otra parte, para la segun= da simulación con un voltaje de 55V (figura 4) se tiene un daño térmico de diámetro superficial-lateral de 0.9185 mm y 0.9036 mm para cada electrodo respectivamente, el cual también profundiza el tejido a los extremos de cada punta de los electrodos a 1.8191 mm y 1.8178 mm, en este caso se tiene una simetría más cercana en sus valores de daño térmico que en comparación con = los de la primera simulación. De tal modo, refiriéndonos a la tercera simulación (figura 5), con el mismo comportamiento de la zona de coagulación mencionad= o en los dos casos anteriores, con un voltaje de 60V, se presenta un punto pico = en cuestión de diámetros superficiales y profundidad del daño térmico en la zo= na de coagulación, ya que exhibe un diámetro superficial-lateral de 0.9829 mm y 0.9849 mm y una profundidad en el tejido de 1.9276 mm y 1.9086 mm, encerran= do una zona simétrica para cada electrodo y considerablemente grande para que = se pueda realizar un cambio reversible del tejido. Sin embargo, partiendo de e= ste punto las zonas de coagulación encerradas por la función de daño térmico empiezan a dejar de mostrar una cercana simetría y disminuir su prolongació= n en la cuarta (figura 6) y Quinta simulación (figura 7), ya que se obtienen val= ores de diámetro superficial-lateral de 0.8858 mm y 0.9620 mm y una profundidad = en el tejido de 1.7301 mm y 1.7400 mm para la cuarta simulación y para la quin= ta valores de diámetro superficial-lateral de 0.8827 mm y 0.8970 mm y una profundidad en el tejido de 1.7446 mm y 1.7405 mm.

# Simulación

Voltaje (V)

Tiempo
(s)

Tmax (ºC)

Diámetro Superficial
(mm)

Profundidad bajo el electrodo (mm)

Electrodo 1

Electrodo 2

Electrodo 1

Electrodo 2

1

50

9.7

100

0.4921

0.4739

1.3766

1.3511

2

55

9.7

100

0.9185

0.9036

1.8191

1.8178

3

60

9.7

100

0.9829

0.9849

1.9276

1.9086

4

65

9.7

100

0.8858

0.9620

1.7301

1.7400

5

70

9.7

100

0.8827

0.8970

1.7446

1.7405

Tabla 4

Comportamiento para la Zona de Coagulación

             

 

 

 

 

Figura 3

Comportamiento bipolar a 50 V con= un t=3D9.7s

Figura 4

Comportamiento bipolar a 55 V con un t=3D9.7s

    

Figura 5<= /o:p>

Comportamiento bipolar a 60 V con un t=3D9.7s

Figura 6

Comportamiento bipolar a 65 V con un t=3D9.7s

 

Figura 7<= /o:p>

Comportamiento bipolar a 70 V con un t=3D9.7s

Discusión

La distribución de calor reflejada en las figuras 3, 4, 5, 6 y 7, muestra que = no se da una zona de coagulación especifica en medio de cada electrodo donde se ubican los carcinomas, como sería el caso ideal mostrado según Yaulema e= t al., (2020), ya que presenta una zona de coagulación que surge desde los extremo= s de cada electrodo y crece hasta el medio de cada uno con una temperatura aproximada de 70ºC. Por otra parte, los resultados obtenidos en la zona de coagulación encerrada por el daño térmico si tuviese un cambio reversible p= ero las zonas circundantes de distribución de calor que se encuentra fuera de la delimitación del daño térmico quedarán parcialmente afectadas, es decir, que este procedimiento estaría calcificando o deshidratando a tejido posiblemen= te sano.

A pesar de que el bisturí haya sido trabajado en m= odo bipolar con un movimiento cíclico de actividad y retorno en las respectivas puntas de cada electrodo, el comportamiento mostrado en las cinco simulaciones realizadas, asemeja más a un comportamiento de modo monopolar visto en Y= aulema et al. (2020), considerando también que este procedimiento llegó a la temperatura máxima de 100ºC, provocando que en cada punta de los electrodos= se le queden impregnados coágulos de sangre, evitando la visibilidad de los carcinomas que se encuentren en la superficie. Esto podría deberse a que qu= izás no ocurrió una correcta distribución de perdida eléctrica en el proceso termoeléctrico por efecto Peltier, al considerarse para este procedimiento = dos materiales conductores colocados en forma de tres capas descritas en el capítulo II, ya que al ser conductores posiblemente se generó un elevado pa= so de electrones en cada material, haciendo que el refrigerante de la parte hu= eca no realice un rápido proceso de equilibrio térmico, lo cual provocaría la d= esproporción de energía térmica depositada a las puntas de los electrodos.

Conclusiones<= /b>

·&nb= sp;        Por revisión bibliográfica se pudo conocer los parámetros y fundamentos físicos que dan lugar a la fuente radiactiva que se utilizó para este procedimiento, la fuente usada fue de Estroncio 90, la cu= al era de emisión beta con un tiempo de vida media de 28,79 años, y una activi= dad de 74kBq, dichos conocimientos previos fueron los que propiciaron su cuantificación de energía en forma de voltaje mediante un tubo Geiger, toma= ndo en cuenta que se pudo extraer valores reales en unidades de bajos voltajes,= los cuales fueron amplificados para generar una corriente eléctrica dentro de c= ada electrodo que conforma el electrobisturí de modo bipolar y de esta forma generar un efecto termoeléctrico. Además, cabe mencionar que la emisión de pulsos de voltaje es inversamente proporcional a la distancia de la fuente = con el tubo Geiger, ya que, a medida que la distancia aumentaba los pulsos de voltaje recibidos eran extremadamente bajos.

·&nb= sp;        Durante este procedimiento utilizando el software COMSOL MULTIPHYSICS,  se analizó&nb= sp;la incidencia de una fuente radiactiva en un bisturí bipolar, al estimar y amplificar valores de voltajes provenientes de una fuente de Estroncio 90, donde se observó que este procedimiento no es viab= le para crear una zona de coagulación simétrica entre las puntas de cada electrodo, ya que presentó un comportamiento monopolar, provocando también coágulos en cada punta de los electrodos debido a la temperatura máxima que fueron expuestos en las cinco simulaciones realizadas, evitando una buena visibilidad de los carcinomas superficiales en el tejido ex vivo, y finalme= nte presentando un amento innecesario de daño térmico irreversible al tejido posiblemente sano, ubicado en los extremos de cada electrodo. 

·&nb= sp;        Después de determinar la tasa de dosis efectiva y equivalente permitida para un estudiante, al realizar el procedimiento de estimación de voltaje de la fuente se Estroncio 90 durante cuatro horas, se comprobó que no se ha excedido del límite de tasa de dosis efectiva de 6 mSv/año establecido como bioseguridad, ya que se obtuvo un valor de 2.60199= 156 mSv/año de dosis equivalente y efectiva, el cual está por debajo de dicho valor.

 

Referencias bibliográficas

Cienfuegos, J., Rotellar, F., Baixauli, J., Martín= ez, F., Pardo, F., & Hernández, J. L. (2014). Regeneración hepática; el sec= reto mejor guardado. Una forma de respuesta al daño tisular REVISIÓN RESUMEN. Revista Española de Enfermedades Digestivas, 106, 171–194. https://scielo.isciii.es/pdf/diges/v106n3/es_revision.pdf=

Delacroix, D., P. Guerre, J., Leblanc, P., & Hickman, C. (2002). Radionucl= ide and Radiation Protection Data Handbook 2002. Radiation Protection Dosime= try, 98(1), 1–168. https://doi.org/10.1093/OXFORDJOURNALS.RPD.A006705

Gonzales, A. (2014). Computational Models and Experimentation for Radiofrequency-based Ablative Techniques (Issue January).

Guananga, J. E. (2021). Análisis de la incidenc= ia de una fuente radiactiva en un bisturí bipolar para resección de carcinomas= en tejido ex vivo. Escuela Superior Politécnica de Chimborazo.

Khajepour, A., & Rahmani, F. (2017). An approa= ch to design a 90Sr radioisotope thermoelectric generator using analytical and Monte Carlo methods with ANSYS, COMSOL, and MCNP. Applied Radiation and Isotopes, 119, 51–59. https://doi.org/10.1016/j.apradiso.2016.11= .001

Nam, J. S., Choi, Y. S., Hong, S. B., Kyung Seo, B= ., Moon, J. K., & Choi, J. W. (2017). Study on the Characteristics of a Scintillator for Beta-ray Detection using Epoxy Resin. EPJ Web of Confer= ences, 153. file:///E:/Study_on_the_Characteristics_of_a_Scintillator_for.p= df

Panachaveettil, O. J. (2011). Development of thermoelectric devices for structural composites. https://shareok.org/b= itstream/handle/11244/10009/NattiyatharilPanachaveettil_okstate_0664M_11896= .pdf;jsessionid=3DBFB12AB8967C3061C31E4663453EE420?sequence=3D1<= /span>

Penalva, A. A. (2018). Efecto Peltier y desarro= llo de posibles aplicaciones. https://riunet.upv.es/bitstream/handle/10251/109025/AZORÍN - Efecto Peltier= y desarrollo de posibles aplicaciones técnicas.pdf?sequence=3D1&isAllowed= =3Dy

Saravia, G. (2013). Artículo de revisión Protecció= n y seguridad radiológicas. Anales de Radiología México, 12, 105–= 110. https://www.medigraphic.com/pdfs/anaradmex/arm-2013/arm132g.pdf<= /span>

Yaulema, J., Bon, J., Gómez, M. C., Pérez, J. J., Berjano, E., & Trujillo, M. (2020). Switching monopolar mode for RF-assisted resection= and superficial ablation of biological tissue: Computational modeling and ex vi= vo experiments. Processes, 8(12), 1–14. https://doi.org/10.3390/pr8121660

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

El artículo que se publica es de exclusiva responsabilidad de los autores y no necesariamente reflejan el pensamiento = de la Revista Alfa Publicaciones.

 


El artículo queda en propiedad d= e la revista y, por tanto, su publicación parcial y/o total en otro medio tiene = que ser autorizado por el director de la Revista Alfa Publicaciones.

 

 

 

 


<= /o:p>

&nb= sp;

 

 

 

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ISSN: 2773-7330

Vol. 4 No. 3.  pp.= 130 – 148. julio-septiembre  2022

 

 

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